Question

find the smallest number that has to be added to 8962 so as to get a perfect square and find the square root of a number

Answer 1

Step-by-step explanation:

The square root of 8962 is 94.667.

$\sqrt{8962 } = 94.667$

This means that if we need a perfect square by adding, it must be 95.Thus if we add 63 in 8962, we will get 9025 who's square root is equal to 95.

$\sqrt{9025 \: } = 95$

Now, as the number is 63, the square root of 63 is:

$\sqrt{63} = 7.937$

Answer 2

Answer:

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Step-by-step explanation: